The identity of various exceptional sets in complex dynamics and the Nevanlinna theory and its application to the potential theory (複素力学系 Complex Dynamic)

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概要

• 論文の詳細を見る
• 京都大学の論文

著者

• 奥山 裕介

  京都工芸繊維大学

• 奥山 裕介

  金沢大学理学部数学科

関連論文

• Singular domains in higher dimensional complex dynamics (葉層の微分幾何とベルグマン核--RIMS共同研究報告集)
• The identity of various exceptional sets in complex dynamics and the Nevanlinna theory and its application to the potential theory (複素力学系 Complex Dynamic)
• A generalization of the Cremer theorem by the Nevanlinna theoretical argument (複素力学系 Complex Dynamic)
• Nevanlinna theoretical approach to a small divisor problem in complex dynamics (Diophantine phenomena in differential equations and dynamical systems)
• Remarks on several theorems related to finiteness and the linearization problem on entire functions (Complex dynamics and related fields)
• The Norm of Pre-Shwarzian and Shwarzian Derivatives of Spiral-like Functions (Applications of Complex Function Theory to Differential Equations)
• Brjuno Numbers and Non Linearizability of Polynomials of Degree more than two (Problems on complex dynamical systems)
• QUANTITATIVE EQUIDISTRIBUTION IN NON-ARCHIMEDEAN AND COMPLEX DYNAMICS (Potential theory and fiber spaces)

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